Example: solving an ideal Otto cycle

[@Almont2]

Thank you so much
These 5 minutes are better than 2 hours explaining the professor

[@arifhakiminadnan4880]

mohammed Ali bro is it constant value for k = 1.4 ( isentropic ) ?

[@Almont2]

Hakimin Ally
K=CP/CV
K=1.007/0.718=1.40

[@arifhakiminadnan4880]

thanks bro

[@i1945us]

love how you explained it straight to the point, others love beating around the bush! thank you!

[@workingballer]

wow thank you! plz make more videos! very clear steps

[@small_ed]

Good presentation. This example appears to illustrate a cold air-standard Otto cycle, which assumes a constant specific heat. Modeling as an air-standard Otto cycle yields a slightly different result. The thermal efficiency (cold-air standard only) also can be calculated from
eta = 1 - (T1 / T2)

[@lavpreetsinghkhakh3155]

I am Veryy Thankful. Awesome Explanation

[@CursingBody]

Excellent video!! I literally did my homework with your video. Thanks :D

[@casdessers9105]

This feels like one of those classes where you're desperately trying to write down the notes, and then the teachers erases them XD
Must admit, I did completely understand it

[@astoraan6071]

Nice one mate

[@Mshari01]

Helpful video, thank you.

[@emjoneshouseDIY]

its amzing how hard it is to find a good example problem worked on this one was so close until totally ignores the k in the first equation. please remind me WHERE THAT COMES FROM!!!!!

[@jude3046]

Eric Jones if you have a textbook handy, check the back appendix for "Ideal gas specific heats of various common gases", and look under "air" for the k value.

[@ozkantekin90]

+Eric Jones k is specific heat constat also cp/cv givs the same result this is valid for ideal gases

[@emjoneshouseDIY]

Thank you to you both

[@Mancub2b]

bro u just saved my life, ty

[@amandaborowczyk1847]

Thank you so much this was so helpful and well explained!!!

[@Aprst25]

Do you always choose the cv for air to be .718? Because on the tables it shows at 300k the cv is .718 but in this problem there's no 300k

[@trevorcoleman4401]

Thanks Jeff

[@kvrajuk3100]

good but I want more problems like this

[@celajesjankarl8079]

Thank you sir

[@livrodomusico]

Obrigado professor!!

[@codynichoson]

Your voice reminds me of Toby from The Office

[@girifauzianpermana8747]

how to sreach CV

[@gabrielolusoji2536]

Tenks.👍🏾

[@dotsaanimations247]

Thank you

[@paolajadecalunsag5876]

Where did 1.4 come from??? Helpp

[@masonbeltran7144]

That's the Cp/Cv for air

[@aerolfrancedeguzman9622]

1.005/0.718

[@small_ed]

Isentropic exponent (k)
1.3 for triatomic and higher molecules
1.4 for diatomic (including air)